SYSTEMA CONSTRUCTUM

Accepted ontology entry

subdominant

The subdominant is scale degree 4 of a key: the pitch a perfect fourth above the tonic (equivalently a perfect fifth below it — hence 'subdominant', the degree below the dominant), and the bearer of the subdominant function: the departure…

ACCEPTED THINGe62b10046427f86c91ec8e915

Definition

The subdominant is scale degree 4 of a key: the pitch a perfect fourth above the tonic (equivalently a perfect fifth below it — hence 'subdominant', the degree below the dominant), and the bearer of the subdominant function: the departure function of tonal harmony, the area of tonal motion that leaves the tonic and returns to it through the dominant. PARAMETERS: (1) intervallic status — the subdominant is the fourth degree of the key's scale, a perfect fourth above the tonic (in C major, F); (2) functional role — in Riemann's functional system the subdominant function is the area of departure from the tonic: in major it comprises the IV triad and the ii triad, in minor the iv and its kin, and it prepares the dominant's tension so that the return to the tonic is felt as resolution — subdominant → dominant → tonic is the basic cell of phrase structure; (3) scale context — in major keys the subdominant triad is major (IV); in minor keys the natural-minor subdominant is minor (iv), and the raised fourth (IV, from the melodic minor) appears in cadential practice; (4) relational definition — the subdominant is defined relative to the key and its tonic (the subdominant of C major is F), and in circle-of-fifths terms it sits one step of motion from the tonic in the direction opposite the dominant. PERSISTENCE: codified in Western tonal and harmonic theory — from the medieval eight-mode system, in which the mode a fifth below the final is named the subdominant, through Riemann's functional system (late 19th c.) to modern Roman-numeral analysis, where IV and ii are read as the departure chords; taught in harmony, counterpoint, and music-theory curricula; re-instantiated in every functional analysis (pre-dominant motion, cadence analysis); maintained through the conventions of tonal notation. Distinctions: from the dominant (degree 5 — the tension function pulling toward the tonic; the subdominant is the departure function, the dominant's circle-of-fifths neighbor on the other side of the tonic); from the subtonic (the natural-minor seventh degree, a whole tone below the tonic — a different ordinal slot; the name adjacency is a residue of mode naming, and the two degrees carry no shared function); from the solfège syllable fa (the movable-do label attached to this degree in pedagogy — a name for the degree, not the degree itself); from the IV chord (the triad built on the fourth degree — a chord built ON the subdominant, not the degree and function itself); and from a bare pitch (any point on the pitch axis; the subdominant is a pitch bearing the specific fourth-degree status and the departure function). [formal: subdominans | substrate: mind | horizon: centuries | explicit: yes | epoch: 0.01]

Why it is in scope

A human-made category of Western music theory — the fourth scale degree and the primary harmonic function built on it — built to persist as a standard of tonal analysis from medieval modal theory through Riemann's functional system and into modern harmony curricula.

Names and aliases

Relations from this entry

  • tonicDEPENDS_ON →

    Law 8b removal test, pinned to the entry's own carve: the subdominant is 'scale degree 4 ... the pitch a perfect fourth above the tonic' and the bearer of the departure function — its entire identity is relational to the tonal center. Its intervallic status is the fourth above the tonic; its functional role (departure from, and return to, the tonic through the dominant) is defined against the tonic as rest; in circle-of-fifths terms its position is one step from the tonic in the direction opposite the dominant. Remove the tonic now and the subdominant stops operating as a subdominant: the interval has no target, the departure/return structure loses its home, and what remains is a bare pitch class (F in C-major terms), not a named function. This is the same test the board already applied to leading-tone DEPENDS_ON tonic (accepted) and dominant DEPENDS_ON tonic (accepted): a specific named degree's mechanism is its center-relation, not its ordinal slot — which is why these entries carry INSTANCE_OF scale-degree (their kind) alongside DEPENDS_ON tonic (their mechanism). Not a sayability claim: the subdominant's operational definition IS the relation to the center. Pinned sense (Law 11d): the fourth degree and its departure function per the entry's scope.

  • scale-degreeINSTANCE_OF →

    Law 9, nearest kind: the subdominant is a specific kind of scale-degree — the fourth degree, the ordinal slot the scale-degree entry's own definition names ('4 = subdominant') and assigns the departure function to. Filed against the nearest accepted kind (scale-degree), following the accepted neighborhood pattern: dominant INSTANCE_OF scale-degree and leading-tone INSTANCE_OF scale-degree both stand, and no intermediate kind (e.g. a 'named degree' entry) exists on the board, so this is not a ladder leap. Pinned sense (Law 11d): the subdominant per its own scope — the fourth scale degree and the function built on it. A competent analyst would say 'the subdominant is a scale degree': it is a position within a scale with a name and a function, not a scale, a bare pitch, or a chord.

Relations to this entry

No accepted relations in this direction.

Record identity

Created
Sep 26, 2026, 8:45 AM UTC
Content hash
99cc7bda5b8d4836d683adbeaf97a8e7b0af98fac3fa3f65746ad80f0af1a2c5

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